and the fractional cointegration vector robust to low frequency contaminations. This estimator as many other local Whittle … based procedures requires a priori knowledge of the cointegration rank. Since low frequency contaminations bias inference on … the cointegration rank, we also provide a robust estimator of the cointegration rank. As both estimators are based on the …

There are various competing procedures to determine whether fractional cointegration is present in a multivariate time …